Question: If f(x) = (x + 2) et, what is f'(x)? - f'(x) = e* (x - 2x - 2) f'(x) = e' (x +

If f(x) = (x + 2) et, what is f'(x)? - f'(x) = e* (x - 2x - 2) f'(x) = e' (x + 2) of'(x) = e' (x + 2x + 2) f'(x) = e' (x - 2x + 2) If f(x) = sin- (x-2). f'(x)? O f'(x) = what is 2.x 1+(x-2) 2x 1-(x-2) f'(x) = 2x f'(x) = -+ (x-2) f'(x) = 2x 1-(x-2) If 1 f(x) = 2 and 2x-4 g(x) = f(x), fin g'(x). g'(x) = 3x g'(x) = -3/ g'(x) = 2/1/ g'(x) = -22 If f(x) = (4x)tan-(x), what is f'(x)? O 12 O f'(x) = 4(2-tan-x) f'(x) = (-tan-x) f'(x) = 4 (2+tanx) f'(x) = (2-tan-x) 24 24 40 X 18 H

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